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基于振动信号增强图像表示方法和条件超令牌变换器的轴承故障诊断

Bearing Fault Diagnosis Based on an Enhanced Image Representation Method of Vibration Signal and Conditional Super Token Transformer.

作者信息

Li Jiaying, Liu Han, Liang Jiaxun, Dong Jiahao, Pang Bin, Hao Ziyang, Zhao Xin

机构信息

National & Local Joint Engineering Research Center of Metrology Instrument and System, Hebei University, Baoding 071002, China.

Hebei Technology Innovation Center for Lightweight of New Energy Vehicle Power System, Hebei University, Baoding 071002, China.

出版信息

Entropy (Basel). 2022 Jul 31;24(8):1055. doi: 10.3390/e24081055.

Abstract

Multipoint Optimal Minimum Entropy Deconvolution Adjusted (MOMEDA) is an advanced deconvolution method, which can effectively inhibit the interference of background noise and distinguish the fault period by calculating the multipoint kurtosis values. However, multipoint kurtosis (MKurt) could lead to misjudgment since it is sensitive to spurious noise spikes. Considering that L-kurtosis has good robustness with noise, this paper proposes a multipoint envelope L-kurtosis (MELkurt) method for establishing the temporal features. Then, an enhanced image representation method of vibration signals is proposed by employing the Gramian Angular Difference Field (GADF) method to convert the MELkurt series into images. Furthermore, to effectively learn and extract the features of GADF images, this paper develops a deep learning method named Conditional Super Token Transformer (CSTT) by incorporating the Super Token Transformer block, Super Token Mixer module, and Conditional Positional Encoding mechanism into Vision Transformer appropriately. Transfer learning is introduced to enhance the diagnostic accuracy and generalization capability of the designed CSTT. Consequently, a novel bearing fault diagnosis framework is established based on the presented enhanced image representation and CSTT. The proposed method is compared with Vision Transformer and some CNN-based models to verify the recognition effect by two experimental datasets. The results show that MELkurt significantly improves the fault feature enhancement ability with superior noise robustness to kurtosis, and the proposed CSTT achieves the highest diagnostic accuracy and stability.

摘要

多点最优最小熵反卷积调整法(MOMEDA)是一种先进的反卷积方法,它可以通过计算多点峰度值有效抑制背景噪声干扰并区分故障周期。然而,多点峰度(MKurt)由于对虚假噪声尖峰敏感可能导致误判。鉴于L-峰度对噪声具有良好的鲁棒性,本文提出一种用于建立时间特征的多点包络L-峰度(MELkurt)方法。然后,通过采用格拉姆角差场(GADF)方法将MELkurt序列转换为图像,提出一种振动信号的增强图像表示方法。此外,为了有效学习和提取GADF图像的特征,本文通过将超级令牌变换器模块、超级令牌混合器模块和条件位置编码机制适当地融入视觉变换器,开发了一种名为条件超级令牌变换器(CSTT)的深度学习方法。引入迁移学习以提高所设计的CSTT的诊断准确性和泛化能力。因此,基于所提出的增强图像表示和CSTT建立了一种新颖的轴承故障诊断框架。将所提方法与视觉变换器和一些基于卷积神经网络的模型进行比较,通过两个实验数据集验证识别效果。结果表明,MELkurt显著提高了故障特征增强能力,相对于峰度具有更好的噪声鲁棒性,并且所提出的CSTT实现了最高的诊断准确性和稳定性。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/d3a3/9407573/f08a349fc2b7/entropy-24-01055-g006.jpg

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